{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# ***Introduction to Radar Using Python and MATLAB***\n",
    "## Andy Harrison - Copyright (C) 2019 Artech House\n",
    "<br/>\n",
    "\n",
    "# Infinite Cylinder with Oblique Incidence\n",
    "***"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Referring to Section 7.4.1.3, studies the scattering from infinite length cylinders with oblique incidence, as shown in Figure 7.8.  \n",
    "The two-dimensional bistatic radar cross section for the TMz polarization is given by (Equation 7.28)\n",
    "\n",
    "$$\n",
    "    \\sigma_{2D} = \\frac{2\\lambda}{\\pi\\sin\\theta_i}\\Bigg| \\sum\\limits_{n=0}^{\\infty} \\epsilon_n\\frac{J_n(ka\\sin\\theta_i)}{H_n^{(2)}(ka\\sin\\theta_i)} \\cos(n\\, \\phi_o)\\Bigg|^2 \\hspace{0.5in} \\text{(m)},\n",
    "$$\n",
    "\n",
    "The two-dimensional bistatic radar cross section for the TEz polarization is given by (Equation 7.30)\n",
    "\n",
    "$$\n",
    "    \\sigma_{2D} = \\frac{2\\lambda}{\\pi\\sin\\theta_i}\\Bigg| \\sum\\limits_{n=0}^{\\infty} \\epsilon_n\\frac{J_n^\\prime(ka\\sin\\theta_i)}{H_n^{(2)\\prime}(ka\\sin\\theta_i)} \\cos(n\\, \\phi_o)\\Bigg|^2 \\hspace{0.5in} \\text{(m)}.\n",
    "$$\n",
    "\n",
    "As in the case of normal incidence, an approximation of the three-dimensional radar cross section from the two-dimensional radar cross section is (Equations 7.31 and 7.32)\n",
    "\n",
    "\\begin{align}\n",
    "    \\sigma_{TM} \\approx \\frac{4L^2}{\\pi}\\frac{\\sin^2\\theta_o}{\\sin\\theta_i}\\, &\\Bigg| \\sum\\limits_{n=0}^{\\infty} \\epsilon_n\\frac{J_n(ka\\sin\\theta_i)}{H_n^{(2)}(ka\\sin\\theta_i)} \\cos(n\\, \\phi_o)\\Bigg|^2 \\nonumber \\\\ \\nonumber \\\\ &\\times \\Bigg[ \\frac{\\sin\\big(0.5kL(\\cos\\theta_i + \\cos\\theta_o)\\big)}{0.5kL(\\cos\\theta_i + \\cos\\theta_o)} \\Bigg]^2\\hspace{0.5in} \\text{(m}^2\\text{)},\n",
    "\\end{align}\n",
    "\n",
    "and\n",
    "\n",
    "\\begin{align}\n",
    "    \\sigma_{TE} \\approx \\frac{4L^2}{\\pi}\\sin\\theta_i\\, &\\Bigg| \\sum\\limits_{n=0}^{\\infty} \\epsilon_n\\frac{J_n^\\prime(ka\\sin\\theta_i)}{H_n^{(2)\\prime}(ka\\sin\\theta_i)} \\cos(n\\, \\phi_o)\\Bigg|^2 \\nonumber \\\\ \\nonumber \\\\ &\\times \\Bigg[ \\frac{\\sin\\big(0.5kL(\\cos\\theta_i + \\cos\\theta_o)\\big)}{0.5kL(\\cos\\theta_i + \\cos\\theta_o)} \\Bigg]^2\\hspace{0.5in} \\text{(m}^2\\text{)}.\n",
    "\\end{align}\n",
    "***"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Begin by getting the library path"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import lib_path"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Set the operating frequency (Hz), the radius (m), the length (for 3D RCS) (m), the number of modes and the incident angle (from the z-axis) (degrees)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "frequency = 10e9\n",
    "\n",
    "radius = 0.5\n",
    "\n",
    "length = 20.0\n",
    "\n",
    "number_of_modes = 30\n",
    "\n",
    "incident_angle = 20.0"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Select either 2D or 3D RCS"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "mode = '2D'"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Set the observation angles with the `linspace` routine from `scipy`"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "from numpy import linspace\n",
    "\n",
    "observation_angle = linspace(-90, 90, 1801)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Calculate the radar cross section based on the mode"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "from Libs.rcs.infinite_cylinder_oblique import radar_cross_section, radar_cross_section_3d\n",
    "\n",
    "\n",
    "if mode == '2D':\n",
    "\n",
    "    rcs_te, rcs_tm = radar_cross_section(frequency, radius, incident_angle, observation_angle, number_of_modes)\n",
    "\n",
    "else:\n",
    "\n",
    "    rcs_te, rcs_tm = radar_cross_section_3d(frequency, radius, incident_angle, observation_angle, number_of_modes, length)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Display the RCS for the infinite cylinder using the `matplotlib` routines"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.legend.Legend at 0x1d6498b4cd0>"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "from matplotlib import pyplot as plt\n",
    "\n",
    "from numpy import log10, degrees\n",
    "\n",
    "\n",
    "# Set the figure size\n",
    "\n",
    "plt.rcParams[\"figure.figsize\"] = (15, 10)\n",
    "\n",
    "\n",
    "\n",
    "# Display the results\n",
    "\n",
    "plt.plot(observation_angle, 10.0 * log10(rcs_te), '', label='TE$^z$')\n",
    "\n",
    "plt.plot(observation_angle, 10.0 * log10(rcs_tm), '--', label='TM$^z$')\n",
    "\n",
    "\n",
    "\n",
    "# Set the plot title and labels\n",
    "\n",
    "plt.title('RCS vs Bistatic Angle', size=14)\n",
    "\n",
    "plt.ylabel('RCS (dBsm)', size=12)\n",
    "\n",
    "plt.xlabel('Observation Angle (deg)', size=12)\n",
    "\n",
    "plt.ylim(min(10.0 * log10(rcs_te)) - 3, max(10.0 * log10(rcs_te)) + 3)\n",
    "\n",
    "\n",
    "\n",
    "# Set the tick label size\n",
    "\n",
    "plt.tick_params(labelsize=12)\n",
    "\n",
    "\n",
    "\n",
    "# Turn on the grid\n",
    "\n",
    "plt.grid(linestyle=':', linewidth=0.5)\n",
    "\n",
    "\n",
    "# Set the legend\n",
    "\n",
    "plt.legend(loc='upper right', prop={'size': 10})"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.8.5"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}
